CONVERGENCE PROPERTIES OF MONOTONE MEASURE DIFFERENTIAL INCLUSIONS

Remco Leine, Nathan van de Wouw

In this paper, we present results providing sufficient conditions for the uniform convergence of measure differential inclusions with certain maximal monotonicity properties. The framework of measure differential inclusions allows us to describe systems with state discontinuities, such as e.g. mechanical systems with unilateral constraints. The results are illustrated by application to such a mechanical example.

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